Скачать или смотреть A wavepacket trapped in the infinite square well

Regarding the problem question consider the wavefunction at four timestamps:
psi(x, 0) = Gaussian(x) * e^(i k_0 x)
psi(x, T/4) = Gaussian(x) * i * sqrt(2) * sin(i k_0 x)
psi(x, T/2) = Gaussian(x) * (- e^(-i k_0 x))
psi(x, 3T/4) = Gaussian(x) * i * sqrt(2) * cos(i k_0 x)

Using psi(0) and psi(T/2) as a basis for the subspace, construct the matrix that cycles through these four states, applied each quarter of the simulation.




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3D Rendering Details
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I produced these animations & simulations entirely from 3D renders in Blender.
These simulations/animations were not AI generated.

To operate these animations within Blender, I constructed a "mesh control" engine.
Every mesh visible on the screen is specified by code I wrote.
Every vertex in each mesh has precise coordinates set by code I wrote.
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